Primary Theory of Electromagnetics

Abstract

1 Vectors. 1.1 Vector Operations. 1.2 Orthogonal Coordinates. 1.3 Operator Del, Divergence Theorem, and Stokes's Theorem. 1.4 Problems for Chapter 1. 2 Electrostatics. 2.1 Fundamentals of Electric Fields. 2.2 Dielectrics and Boundary Conditions. 2.3 Capacitance. 2.4 Electrostatic Energy. 2.5 Poisson's Equation for Electric Fields. 2.6 Image Method. 2.7 Problems for Chapter 2. 3 Magnetostatics. 3.1 Conduction Currents. 3.2 Fundamentals of Magnetic Fields. 3.3 Magnetic Forces and Torques. 3.4 Magnetic Materials and Boundary Conditions. 3.5 Poisson's Equation for Magnetic Fields. 3.6 Problems for Chapter 3. 4 Faraday's Law of Induction. 4.1 Faraday's Law. 4.2 Inductance. 4.3 Magnetic Energy. 4.4 Problems for Chapter 4. 5 Maxwell's Equations. 5.1 Continuity Equation and Ampere's Law. 5.2 Maxwell's Equations. 5.3 Poynting's Theorem. 5.4 Phasors for Time-Harmonic Fields. 5.5 Scalar and Vector Potentials. 5.6 Problems for Chapter 5. 6 Uniform Plane Waves. 6.1 Waves in Lossless Media. 6.2 Waves in Conductive Media. 6.3 Polarization of Plane Waves. 6.4 Reflection and Transmission. 6.5 Problems for Chapter 6. 7 Transmission Lines. 7.1 Fundamentals of Transmission Lines: Field Approach. 7.2 Fundamentals of Transmission Lines: Circuit Approach. 7.3 Terminated Transmission Lines. 7.4 Smith Chart. 7.5 Transient Waves on Transmission Lines. 7.6 Problems for Chapter 7. 8 Waveguides and Antennas. 8.1 Fundamentals of Waveguides. 8.2 Rectangular Waveguides. 8.3 Fundamentals of Antennas. 8.4 Wire Antennas. 8.5 Problems for Chapter 8. A Symbols, Notations, and Acronyms. A.1 Symbols. A.2 Notations and Units. A.3 Acronyms. B Vector Formulas. B.1 Additions and Products. B.2 Differential Operators. C Gradients, Divergences, Curls, and Laplacians. C.1 Rectangular Coordinates (x y z). C.2 Cylindrical Coordinates (rho z). C.3 Spherical Coordinates (r ). D Dirac Delta Functions. E Answers to Problems. Index.